ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics...

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ECE1750, Spring 2017 Week 12 – Motor Drives and Other Applications Applications 1

Transcript of ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics...

Page 1: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

ECE1750, Spring 2017

Week 12 – Motor Drives and Other ApplicationsApplications

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Page 2: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Three-Phase Induction Motors

• Reliable

Rugged• Rugged

• Long lived

• Low maintenance

• Efficient

(Source: EPRI Adjustable Speed Drives Application Guide)

Page 3: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

The rotor also has “windings”

St t i di l ki f

• Current convention: Positive

Stator winding looking from the front (3-phase system)

Current convention: Positive current….

• Goes “in” in terminal A

G “ t” f t i l• Goes “out” from terminal a

(Source: EPRI Adjustable Speed Drives Application Guide)

Page 4: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

• A 3-phase system of circulating currents in the stator creates a rotating (varying) magnetic field.• The varying rotating magnetic field induces a 3-phase system of currents in the rotor.• The 3-phase system of rotor currents creates a rotating magneticThe 3 phase system of rotor currents creates a rotating magnetic field.• The interaction of both rotating magnetic fields makes the rotor to turn (it is like one magnet pushing into another).

Page 5: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Per-Phase Representation(assuming sinusoidal steady state)( g y )

Ohmic losses = mechanical power output

The shunt inductance term represents the flux in the machine pair gap between rotor and stator.

The flux is proportional to Vs / f

(This characteristic will lead to an important conclusion in a few slides…. Stay tuned)

Source: Ned Mohan’s power electronics book

Page 6: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Torque-Speed Characteristics

s rli s r

s

slip s

speed of the stator rotatingmagnetic field

s magnetic field

speed of the rotorr

.slf s f

• The linear part of the characteristic is utilized in padjustable speed drives

Source: Ned Mohan’s power electronics book

Page 7: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Acceleration Torque at Startup

racc em load

dJ T T T

dt

• Intersection represents the equilibrium pointp q p

Source: Ned Mohan’s power electronics book

0acc em loadT T T

Page 8: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Slip frequency (about 5% of no load speed), so induction motors are almost constant speed devices

B

At no load, the motor spins at grid frequency, divided by the number of pole pairs (in each phase).

Usually this is 3600 / 2 = 1800RPM

Page 9: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

High slip corresponds toHigh slip corresponds to low efficiency

Page 10: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Speed Adjustment by Changing the Input Voltage

Source: Ned Mohan’s power electronics book

Page 11: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Speed Adjustment by Changing the Line Frequency

It’s much more effective to reduce operating speed by lowering the frequency of the supply voltage. q y pp y g

But how?

Page 12: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Per-Phase Representation(assuming sinusoidal steady state)( g y )

Ohmic losses = mechanical power output

The shunt inductance term represents the flux in the machine pair gap between rotor and stator.

The flux is proportional to Vs / f

Because of the shunt inductance term, we must reduce the ,applied voltage magnitude in proportion to applied frequency to avoid serious saturation of the iron near the air gap

This is what is called “Constant Volts per Hertz Operation,” which is p pthe standard operating mode for ASDs

Source: Ned Mohan’s power electronics book

Page 13: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

PWM-VSI System

A three phase DBR

A three-phase inverter

A three-phase DBR

• Diode rectifier for unidirectional power flowSource: Ned Mohan’s power electronics book

Page 14: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Three-Phase Inverter(called a six-pack)

• Three inverter legs; capacitor mid-point is fictitious g p p

Source: Ned Mohan’s power electronics book

Page 15: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Three-Phase PWM

WaveformsNOTE: ModulationNOTE: Modulation index is different from that on single-phase inverters In three-inverters. In three-phase inverters:

V ,3 2

2

ph rmsph

dc

Vm V

Source: Ned Mohan’s power electronics book

Page 16: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Three-Phase Inverter Harmonics

Compare with slide 22 in “Inverter Basics presentation”

Source: Ned Mohan’s power electronics book

Page 17: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Three-Phase Inverter Output

Li d d l ti• Linear and over-modulation rangesSource: Ned Mohan’s power electronics book

Page 18: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Adjustable-Speed Motor Drives (ASDs)

(Source: EPRI Adjustable Speed Drives Application Guide)

Page 19: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Some Prices for Small 3-Phase, 460V Induction Motors and ASDs

Power Motor ASD

10kW $750 $2,0000 $ 50 $ ,000

100kW $5,000 $15,000

$50 - $75 per kW $150 - $200 per kW

For Comparison, Conventional Generation: $500 - $1,000 per kW

Solar: $5,000 - $8,000 per kW (but the fuel is free forever!)So a $5,000 $8,000 pe (but t e ue s ee o e e )

Page 20: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Pump Application: Adjustable Flow ratej

Bad news – inefficient!

Equivalent to reducing the output voltage of a DBR with a series resistor

Payback in energy savings is about 1 year

• Fixed versus adjustable speed drivej p

Source: Ned Mohan’s power electronics book

Page 21: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Torque Speed Characteristics at various Frequencies of Applied Voltage

For a constant torque load

• The air gap flux is kept constantg p p

Source: Ned Mohan’s power electronics book

Page 22: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Adjusting Speed of a Centrifugal Loadj g g

• The load torque is proportional to speed squared

Source: Ned Mohan’s power electronics book

Page 23: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Operating regionsg g

Pull-out torque line

V/f = constant

Source: Ned Mohan’s power electronics book

Page 24: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Frequency at StartupAt startup f=fsl so this fictitious resistance is a short circuit and the (Rotor portion of

current is high( pthe equivalent

circuit)

So the current can be reduced by reducing the input frequency f,

which, in turn, equals fsl at start

An important property of ASDs is the ability to “soft start” a

, , q slup (because the ratio with respect

to fsl tends to increase)

• The torque is limited to limit current draw (e.g. max startup current 150% of the rated current)

motor by reducing the applied frequency to a few Hz

max startup current 150% of the rated current)

Source: Ned Mohan’s power electronics book ,

startstart sl rated

rated

Tf f

T

Page 25: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Braking(Regenerative braking)

Initial operation point

(Regenerative braking)

(Motor)

Fi l ti i t E bFinal operation point(Generator)

Energy can be dumped in

resistances or used to recharge batteries g(e.g. hybrid cars)

Source: Ned Mohan’s power electronics book

Page 26: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Improving Energy Efficiency of Heat Pumpsg gy yHow does inserting an ASD save energy in single-phase applications?

9 %

Some losses

But a three-phase motor is 95% efficient, compared to 80% efficiency for a single-phase motor

• Used in one out of three new homes in the U.S.

Source: Ned Mohan’s power electronics book

Page 27: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Loss Associated with ON/OFF Cyclingy gThe big efficiency gain is here

• with conventional air conditioners, the first few minutes after start-up are very inefficient as the mechanical system reaches steady-state

• with ASDs, the air conditioner speed is lowered with demand, so that there are fewer start-ups each day

• The system efficiency is improved by ~30 percenty y p y p

Source: Ned Mohan’s power electronics book

Page 28: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Electronic Ballast for Fluorescent Lamps

• Fluorescent lamps operated at ~40 kHz save energyp p gy

Source: Ned Mohan’s power electronics book

Page 29: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Induction Cookingg

• Pan is heated directly by circulating currents – increases efficiency (and can make the panefficiency (and can make the pan levitate)

Source: Ned Mohan’s power electronics book

http://web.mit.edu/cjoye/www/photo/0610MrMagnet/

Page 30: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Industrial Induction Heating

• Used in steel industry

Source: Ned Mohan’s power electronics book

• Used in steel industry

Page 31: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

HVDC Transmission

• There are many such systems all over the world

•Issue in power electronics: switching frequency goes

Source: Ned Mohan’s power electronics book

p g q y gdown as voltage goes up (and filters become bulkier)

Page 32: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

HVDC Poles

• Each pole consists of 12-pulse convertersp p

Source: Ned Mohan’s power electronics book

Page 33: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

HVDC Transmission: 12-Pulse Waveforms

Source: Ned Mohan’s power electronics book

Page 34: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Reducing the Input Current DistortionReducing the Input Current Distortion

Lik DBR t (hi h di t ti )Like DBR current (high distortion)

Source: Ned Mohan’s power electronics book

Page 35: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Power-Factor-Correction (PFC) Circuit( )

The boost converter is operated toThe boost converter is operated to make the DBR current look sinusoidal on the AC side

To be sold in Europe, this is a necessary feature in high-current single-phase power electronic loads

It also permits more power to be drawn from conventional wall outlets because the harmonic currents are minimal

Source: Ned Mohan’s power electronics book

Page 36: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Power-Factor-Correction (PFC) Circuit( )

The boost converter is instructed to

“ l ” h th t i b l th“close” when the current is below the sinewave envelope, and

“open” with the current is above the sinewave envelope

• Operation during each half-cycle

p

p g y

Source: Ned Mohan’s power electronics book

Page 37: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Typical telecom rectifier schematic

Isolationbarrier

High-frequencytransformer

Page 38: ECE1750, Spring 2017 Week 12 – Motor Drives and Other ...akwasins/power electronics week...Per-Phase Representation ((g y)assuming sinusoidal steady state) Ohmic losses = mechanical

Power Electronics Has Made Wind Farms Possible

The choices used to be

• Use an efficient induction generator, which has very poor power factor, or

• Use a synchronous generator but constantly fight to• Use a synchronous generator, but constantly fight to synchronize the turbine speed with the grid.

Now,

• Either use a DC bus and inverter to decouple the generator and grid AC busses, or

• Use a doubly fed induction motor operate the wind turbine at• Use a doubly-fed induction motor, operate the wind turbine at the max power speed, and use power electronics to “trick” the wind generator into producing grid-frequency output. This is what you see in West Texaswhat you see in West Texas.